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Консультация № 109816
17.11.2007, 10:35
0.00 руб.
0
2
2
1.интеграл от 0 до 1 от выражения: (х^(1/3))-4*(x^2)
2.найти производную (1-x^3)/(1+x^3)
2.найти производную (1-x^3)/(1+x^3)
Обсуждение
Неизвестный
17.11.2007, 11:07
общий
это ответ
Здравствуйте, Татьянка!
2.найти производную (1-x^3)/(1+x^3)
y‘=[(1-x^3)‘(1+x^3)-(1-x^3)*(1+x^3)‘]/(1+x^3)<sup>2</sup>=
=[(-3x^2)*(1+x^3)-(1-x^3)*(3x^2)]/(1+x^3)<sup>2</sup>=
=3x<sup>2</sup>[-1-x^3-1+x^3]/(1+x^3)<sup>2</sup>=
=[-6x<sup>2</sup>]/(1+x^3)<sup>2</sup>
2.найти производную (1-x^3)/(1+x^3)
y‘=[(1-x^3)‘(1+x^3)-(1-x^3)*(1+x^3)‘]/(1+x^3)<sup>2</sup>=
=[(-3x^2)*(1+x^3)-(1-x^3)*(3x^2)]/(1+x^3)<sup>2</sup>=
=3x<sup>2</sup>[-1-x^3-1+x^3]/(1+x^3)<sup>2</sup>=
=[-6x<sup>2</sup>]/(1+x^3)<sup>2</sup>
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